{
 "cells": [
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# Matplotlib图鉴——基础柱状图\n",
    "\n",
    "## 公众号：可视化图鉴"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "metadata": {},
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "3.0.2\n",
      "0.23.4\n",
      "1.15.4\n"
     ]
    }
   ],
   "source": [
    "import matplotlib\n",
    "print(matplotlib.__version__) #查看Matplotlib版本\n",
    "import pandas as pd\n",
    "print(pd.__version__) #查看pandas版本\n",
    "import numpy as np\n",
    "print(np.__version__) #查看numpy版本\n",
    "import matplotlib.pyplot as plt \n",
    "plt.rcParams['font.sans-serif'] = ['SimHei']  #设置中文"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "注意，代码在以下环境全部通过测试:\n",
    "- Python 3.7.1\n",
    "- Matplotlib == 3.0.2\n",
    "- pandas == 0.23.4\n",
    "- numpy == 1.15.4\n",
    "\n",
    "因版本不同，可能会有部分语法差异，如有报错，请先检查拼写及版本是否一致！"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 26,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x504 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "x = ['周一', '周二', '周三', '周四', '周五', '周六', '周日']\n",
    "y = [58, 120, 86, 20, 139, 57, 139]\n",
    "plt.figure(figsize=(10,7))#设置画布的尺寸\n",
    "\n",
    "plt.bar(x = x,height = y, label='我是图例')\n",
    "\n",
    "plt.title('基础柱状图',fontsize=20) #设置标题\n",
    "plt.xlabel('我是X轴',fontsize=14) #设置x轴\n",
    "plt.ylabel('我是Y轴',fontsize=14) #设置y轴\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "上图为最基本的Matplotlib柱状图绘制，有关`plt.bar`其他参数说明如下：\n",
    "- `x`:横坐标（list格式）\n",
    "- `y`:纵坐标（list格式）\n",
    "- `width`:柱子的宽度，即在x轴上的长度，默认是0.8\n",
    "- `color`:柱子的填充色\n",
    "- `edgecolor`:柱子边框的颜色，默认为None\n",
    "- `linewidth`:柱子边框的宽度，默认为0，表示没有边框\n",
    "- `alpha`:透明度，值越小越透明\n",
    "- `lable`:标签值，图例\n",
    "-  `lw`:线的宽度\n",
    "- `bottom`:y轴起始位置\n",
    "- `orientation`:控制水平/竖直\n",
    "- `yerr`:添加误差线,\n",
    "- `ecolor` :误差线颜色\n",
    "\n",
    "下面我们将稍微添加/修改部分参数，制作其他样式的**基本柱状图**"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 修改透明度、宽度、颜色"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 57,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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K2IZS2/LIuuzdmXlIZ6KEx362o1wN2NnnHGAHyns5u2t6OKXf2rX9dhIRR0TEwdFz26sHobsFZT4luN7Ru1IsvwNGr5aOayuWD21yD2WMsXOBAzPzDkoNZ2fMwS2pV2FWMxhBd1+5fhNwGCV4SivNYKY1XpQRxy+mXPK+AaUJ6VDK5etJaep6WSwfoPQoSofehZTaqA9RmtM6TWfTaq3I5iz/HUlGrgFZWpdTQ80X6H8HgYkcU2fw289n5odHWO2tQCdIfRR4Ze1rNx6votQQXkjp//WKXD0jlq9LDcUR8UhKyLyOclXcP1MuUphOaUJ8T78dRMQBlM7676EEyI7OBQHXMPJ7029/T6J8Vq6ndOYnIrapF2j8O+VCizP7bDoNeFf9At6CEt4WA/tR3v9L+2zTz+6UIRrIzO9k5kaUvndLgL0zc0vKPwl3A/86yn4+Rulb+NuI2Hecrz2aRSzvm9j5J+XuiLgyIh5C6a/1E0a+xVhLx7U1pYvCDpQ+jZ+jXHBwUpQ7fPyKMuDtcyn/lF1EeS9PogS5lZKZn87MN469pjSKbODSUCenBztRxh7aqev5QylNFLOB71LC0mxKc8sWXevNpQ4TUJ+/kAde/j6NEuBOr+tswIpDJRxNvfS+Pu9cfr+ge70+ZT6EsYfL6AwJ8Yi6r93q8/3r8+fU52tR+oZdRmmi7d7H+nXdQ7rmTa/7+BTlCzeBXbqWv7rOW3sl34/bKMNlbAs8rM57L6Xf2AmUe2VuTWkeXkYJNd3DdWxSX/+q+vNCYM+u5a9i+TAGt1L6cm01QlkeU/fxtfq6e1D68T2ka53d6zrXUsaW67efS4Fj+sy/HPhZn/lfptxqip7jWgK8uM/6P6F0UH8IJSi8e5zn+jRK2NliPOuPY38bUWoy30dp8k5gXp/jmN3qcVHusPHp+njL+jvwNeDPlLHqoFyJey2lD9q+lFr06SPs7/mMc/gYSu3vm4GNV8X74TT1JmvMNClk5iXAnyNiqygDkN5PCR/rUv5QdjrXB5AR8ZDanLU0VxwmYCblqswAHktp/li/bt+pnVu/rrtNbbp8aE9ZOv2zOk0+a9VtHxPlRsk71f5gf70qs06Piohd62t09tWpxes0r0yLiHmUGoALMvObdb1llP5zOwELI+LJXUXqNFFt0fXa21LuB/nvlIB2NHBP1/LN6jYr219mrVquqzKz0zz8DpY3vX6cMsTIcyh99HbJFYfr6AxHsQWlqXW3zPxJ7bv0Q0qfof9HuQ/mkylNZpdHuSn5EzvNbRHxIsowJ1+g1KxdTqmp+zqwfX1PHk5p1n065eKEeyPiHyPiiJ5jWkDXQL91/y+nhOaPdc17aJThF55DCQLdDqV8Br/X55y9Eng8ZQiG6xj5ytBeb6J8PsZbWzqiKLcOO5XSNP/vLO9rmD2rvhD4RddntZnjioj1KO/lj+qsbSjBflvgCZl5RkTsCfyQUtPaqal9MXBO/fvR686671dExOxRpjmUf7iOo9SkShM37GTo5LSqJuDtLG9yvHeMaUld9/CefRwJXNNn3x9gxVq0JZQv8xso9wH8QZ9t9qrrPqo+v6huczOlk3TvdGst22Z99tWpfXsBpUP1XfQMgFrXew3La5hm13md2qeVmTZYyffiL8BT6uO1gKeyfGy4rOfhWLpqK/vs4yTgsfXx47u2/SXw5J51N6fUvt1PuRBgrTqdQ+lX2KnFnFvf4zMoIaHTDN073QscO8YxTqPUUF5Ez6CrlJq8U+mqvaTURN1Mub1R5/PxLEqz7n9SOqDfRanFWUppbv1Xyq28DgK2GaUsu3eOcYLv00aUsPxUSnC+htLEu3tdvmU9H/t0bbNFPe5vtXhclH9OrqNcIfm8+pn4FKVJfV9KzXJShsjYrmu7bSjB/Tpgfs8+16Xc2qtzf9XRppsptxkb+t9EpzVzGnoBnJxW1USp3enbFDHC+mv1fqGOsu7GlKaY2b2vQaltOq/PNp2+R7uMt0yjvP4T675eAnyLcq/BkdZ9LbB51/NN6WnKHMfrdZoyRwxOY2y/jHKPxM7zz9f9XVDLt9FK7PNDlNH5R2xepdRyzup6vsFon4n6GZhDqSHcpH6Zj7v5tn5h921CHWH9V3WFni9RAv4vKRchPJcy7EonkPw/SgC6nxJkH3B3hFXwuZrP8nB6NeXWWRt3LQ/KbaWWsPzuGYspffAe0vBxbdL1eIeux9Nr+d5CGUutd7vZ9fd5rRH226l5H2masaqPxWnqTZ3/IiVNUrVZbxvgxlxxcNpBlmETYMMsV8mJv14ReF9mjjpSfB2OY+Msw3qsjnI8H/h1rqKrcVs5LmlNZTCTJElqhJ3/JUmSGmEwkyRJasQae6/MuXPn5vz584ddDEmSpDFdeOGFN2XmvLHWW2OD2fz581m4cOGwiyFJkjSmev/YMdmUKUmS1AiDmSRJUiMMZpIkSY0wmEmSJDXCYCZJktQIg5kkSVIjDGaSJEmNMJhJkiQ1wmAmSZLUCIOZJElSIwxmkiRJjRhYMIuI6RHxrZ55b4yI79fHcyPixxFxWUQcO6hySZIktWIgwSwiZgIXAk/tmrc1cHDXakcBZwA7AwdGxA6DKJskSVIrBhLMMvOezHwscH3X7I8Ab+16vj9wVmYuA84F9htE2SRJkloxlD5mEfFi4BLg8q7ZmwC318d3ABv32e6wiFgYEQsXLVq0+gsqSZI0QMPq/H8Q8GTgi8CuEXE4cBMwqy6fVZ+vIDNPyMwFmblg3rx5AyusJEnSIEwbxotm5osBImI+cGJmfjQiNgUOiIiLgH0pTZ2SJElTxlCC2QiOB74BvAT4VmZeOeTySNKa6Zhjhl2CVW8yHtOaaDK+D40d00CDWWZu1/P8GuAp9fFNwN6DLI8kSVJLHGBWkiSpEQYzSZKkRhjMJEmSGmEwkyRJaoTBTJIkqREGM0mSpEYYzCRJkhphMJMkSWqEwUySJKkRBjNJkqRGGMwkSZIaYTCTJElqhMFMkiSpEQYzSZKkRhjMJEmSGmEwkyRJaoTBTJIkqREGM0mSpEYYzCRJkhphMJMkSWqEwUySJKkRBjNJkqRGGMwkSZIaYTCTJElqhMFMkiSpEQYzSZKkRhjMJEmSGmEwkyRJaoTBTJIkqREGM0mSpEYYzCRJkhphMJMkSWqEwUySJKkRBjNJkqRGGMwkSZIaYTCTJElqhMFMkiSpEQYzSZKkRhjMJEmSGmEwkyRJaoTBTJIkqREGM0mSpEYYzCRJkhphMJMkSWrEwIJZREyPiG91Pf9cRJwfEadFxLSIWDciTo+ISyLilIiIQZVNkiSpBQMJZhExE7gQeGp9vhcwLTP3ADYCDgBeClyfmTsDczrrSpIkTRUDCWaZeU9mPha4vs66EfhITxn2B86qj38A7DeIskmSJLVi2jBeNDN/CxARzwWWAWcCRwK311XuAHbs3S4iDgMOA9hqq60GUlZNwDHHDLsEq95kPCZJUrOG1vk/Ip4NvB54VmYuBW4CZtXFs+rzFWTmCZm5IDMXzJs3b3CFlSRJGoChBLOI2Bx4E3BQZt5ZZ59N6WsGpVnznGGUTZIkaViGVWN2MLAF8L2IOC8iXg6cCjw0Ii4FbqEENUmSpCljoH3MMnO7+vM44Lg+qxw0yPJIkiS1xAFmJUmSGmEwkyRJaoTBTJIkqREGM0mSpEYYzCRJkhphMJMkSWqEwUySJKkRBjNJkqRGGMwkSZIaYTCTJElqhMFMkiSpEQYzSZKkRhjMJEmSGmEwkyRJaoTBTJIkqREGM0mSpEYYzCRJkhphMJMkSWqEwUySJKkRBjNJkqRGGMwkSZIaYTCTJElqhMFMkiSpEQYzSZKkRhjMJEmSGmEwkyRJaoTBTJIkqREGM0mSpEYYzCRJkhphMJMkSWqEwUySJKkRBjNJkqRGGMwkSZIaYTCTJElqhMFMkiSpEQYzSZKkRhjMJEmSGmEwkyRJaoTBTJIkqREGM0mSpEYYzCRJkhphMJMkSWqEwUySJKkRBjNJkqRGDCyYRcT0iPhWfbxuRJweEZdExClRPGDeoMomSZLUgoEEs4iYCVwIPLXOeilwfWbuDMyp8/vNkyRJmjIGEswy857MfCxwfZ21P3BWffwDYL8R5kmSJE0Zw+pjtglwe318B7DxCPNWEBGHRcTCiFi4aNGigRRUkiRpUIYVzG4CZtXHs+rzfvNWkJknZOaCzFwwb968gRRUkiRpUIYVzM4GDqiP9wfOGWGeJEnSlDGsYHYq8NCIuBS4hRLK+s2TJEmaMqYN8sUyc7v6czFwUM/ifvMkSZKmDAeYlSRJaoTBTJIkqREGM0mSpEYYzCRJkhphMJMkSWqEwUySJKkRBjNJkqRGGMwkSZIaYTCTJElqhMFMkiSpEQYzSZKkRhjMJEmSGmEwkyRJaoTBTJIkqREGM0mSpEYYzCRJkhphMJMkSWqEwUySJKkRBjNJkqRGGMwkSZIaYTCTJElqhMFMkiSpEQYzSZKkRhjMJEmSGmEwkyRJaoTBTJIkqREGM0mSpEYYzCRJkhphMJMkSWqEwUySJKkRBjNJkqRGGMwkSZIaMW3YBZCmrGOOGXYJVr3JeEySNEDWmEmSJDXCYCZJktQIg5kkSVIjDGaSJEmNMJhJkiQ1wmAmSZLUCIOZJElSIwxmkiRJjTCYSZIkNcJgJkmS1AiDmSRJUiPGHcwiYtR1x1res+76EfHNiPhJRLw/IuZGxI8j4rKIOHa8+5EkSZpMJlJjtjQilkbEvRFxT0TcXX8ujoilwDUT2NdLgPMzc0/gUcCngDOAnYEDI2KHCexLkiRpUphIMPsDsC2wE3AT8Ij6eEfgBuCJE9jXbcAGEbE2MBN4EnBWZi4DzgX2m8C+JEmSJoWxmicfHRE7dtVgzahT5/E69eeSzPzDBF73G8DTgauAXwF3ALfXZXcAG49QnsMiYmFELFy0aNEEXk6SJKl908ZYfiFwL7AM2Ai4oM7vfgxw6wRf963AJzLzxIj4L2AHYFZdNgu4tt9GmXkCcALAggULcoKvKUmS1LRRa8wyc53MnJWZc4DrMnNOfXxt53F9PlEbUgIfwGLgp8AB9QKCfYFzVmKfkiRJa7Sxasy6zY6IdwABzImId3YtmxMR78jM94xzXx8DTo2I1wHXAc8Fvkq5KOBbmXnlBMolSZI0KYwrmEVEAKcBWwP3A18CtqD0MVsCfB3YbrwvmpnXAHv2zN57vNtLkiRNRmMGs4iYBdyYmevW588CNqv9w24GdsnM61ZzOSVJkia9UYNZRGwM3APcHxE7Ay+jDJExq16puQx4X0TcCMzIzNev7gJLkiRNViN2/o+I9ShXR36B5Vdl3k3ptL8E+AtwPbBZnX/36i6sJEnSZDZijVlm3h0Rj6NcJXkQcDJldP7zgNmZ+a46QOymmfnOkfYjSZKk8RlruIyrgP+idPjfiTKu2b8Ac+sqVwO7rs4CSpIkTRXjuSpzMfDszFwCfC4ivgN0ht3/LvA/q6twkiRJU8l47pX5Ksr9KwHIzD9nZtbHN2TmFaurcJIkSVPJeILZa4FrI+ItEbHR6i6QJEnSVDVmMMvMx1CGydiXEtCOjYj5EbFx97TaSypJkjTJjWvk/8w8EzgzIg4Evgy8qWtxAAmsveqLJ0mSNHWM95ZMuwNvBA4ETgE+Cdy+GsslSZI05Yznlkw/BXaghLHtMvPPq71UkiRJU9B4asy+BnwyM+9a3YWRJEmaysYMZpn5wd55EbFuZt7b9XwjYK3MvG0Vl0+SJGnKGM9wGSuIiBnApT2z5wE3rJISSZIkTVETCmYREZl5H3BffX5iXfRnxnkhgSRJkvobNZhFxLKIuDci7o6IxcBv66Jl9ec+9edfuuZJkiRpJYxVY/YbYEfgOsqVmff0LF9cf0afZZIkSZqAsYLZfZl5bdfP7Fm+tP7cCLhpVRdOkiRpKlnZfmEPi4jPA1vVnxsCV626YkmSJE09KxvM/gKcWyeAg4FvrJISSZIkTVErG8xuzcyTACJiQ+DtwMmrqlCSJElT0VjBbP2I2Kfr519vVB4RW1HGL3stcGxm3rr6iilJkjT5jdX5f23g05Rxy04Ebu5athtwBvASYHFETHiwWkmSJC03apjKzPmZuWNgQj4IAAASnElEQVRmPiIzd8jMfSIigGmZ+bXM3Bx4JvBK4PyI2GYQhZYkSZqMVqaWaxpwZedJZp4N7AWcCSxZReWSJEmacibc+T8zlwDP6pm9Vma+fdUUSZIkaWoad41ZREyLiKP7zH8UcEtEnBoR663S0kmSJE0hYwaziNghIt5FGfX/qIjYOyK+FBEb1VV+BRwEvAh4+OorqiRJ0uQ21k3M5wMXAJtm5v2UPmS3ADOByyPi6Zm5DHge8LPM/MXqLa4kSdLkNWofs8y8JiJekplnLJ+VvwSeHRH7A5+NiCuBbYF9VnNZJUmSJrVRg1lE/B2wJCIOAmYAG0bEG4BNgEdSas4eBxyZmdet7sJKkiRNZmNdlfl/gMWUAWbvBdYBtgH+AHwWOAR4AnByRJyWmXesvqJKkiRNbmM1Ze4eEQdk5pkAEXF1Zr4+Ih4HbFCD2Pcj4ufAu4A3rP4iS5IkTU5jdf4/EPhY16ysP2cDb+ua/wHgM6u2aJIkSVPLWE2ZZwObRsSX6/N59fH6wL5d85cC3wYuWz3FlCRJmvzGasq8LyJ+DPwRuAjYj3LjcoBHAZcCvwc2Bk6MiG9m5p2rsbySJEmT1nhuybSQcgHA54F3ZebnAOpwGYu6nh8IbAoYzCRJklbCeG7J9L+UGrPplKszOy4GntF5kpkHZOZVq7Z4kiRJU8eYNWaZeVrX0x26Hn8WOH6Vl0iSJGmKGk9TZl+ZeduqLIgkSdJUN56mTEmSJA2AwUySJKkRBjNJkqRGGMwkSZIaMbRgFhFvjojzI+I7EbFpRPw4Ii6LiGOHVSZJkqRhGkowi4iHA4/KzD2A7wAfptxRYGfgwIjYYbTtJUmSJqNh1Zg9GZgTET8C9ga2Ac7KzGXAuZRbPz1ARBwWEQsjYuGiRYsGV1pJkqQBGFYwm0e5ndM+wJbAE4Db67I7KPfefIDMPCEzF2Tmgnnz5g2mpJIkSQMyrGB2B3BFffw74BpgVn0+C7hpCGWSJEkaqmEFswuBBfXxdpSQdkBErAXsC5wzpHJJkiQNzVCCWWb+FLg5In5OCWUvo9wQ/VLgjMy8chjlkiRJGqaVvlfmg5WZr+mZtfdQCiJJktSIoQWzNcIxxwy7BKveZDwmSZImCUf+lyRJaoQ1ZpKkqW0ytiRMxmOaIqwxkyRJaoTBTJIkqREGM0mSpEYYzCRJkhphMJMkSWqEwUySJKkRBjNJkqRGGMwkSZIaYTCTJElqhMFMkiSpEQYzSZKkRhjMJEmSGmEwkyRJaoTBTJIkqREGM0mSpEYYzCRJkhphMJMkSWqEwUySJKkRBjNJkqRGGMwkSZIaYTCTJElqhMFMkiSpEQYzSZKkRhjMJEmSGmEwkyRJaoTBTJIkqREGM0mSpEYYzCRJkhphMJMkSWqEwUySJKkRBjNJkqRGGMwkSZIaYTCTJElqhMFMkiSpEQYzSZKkRhjMJEmSGmEwkyRJaoTBTJIkqREGM0mSpEYYzCRJkhphMJMkSWrEUINZRLwxIr4fEXMj4scRcVlEHDvMMkmSJA3L0IJZRGwNHFyfHgWcAewMHBgROwyrXJIkScMyzBqzjwBvrY/3B87KzGXAucB+QyuVJEnSkAwlmEXEi4FLgMvrrE2A2+vjO4CNR9jusIhYGBELFy1atPoLKkmSNEDDqjE7CHgy8EVgV2AuMKsumwXc1G+jzDwhMxdk5oJ58+YNpKCSJEmDMm0YL5qZLwaIiPnAicD/AAdExEXAvpRmTkmSpCmlleEyjgeeAVwKnJGZVw65PJIkSQM3lBqzjsy8BnhKfbr3EIsiSZI0dK3UmEmSJE15BjNJkqRGGMwkSZIaYTCTJElqhMFMkiSpEQYzSZKkRhjMJEmSGmEwkyRJaoTBTJIkqREGM0mSpEYYzCRJkhphMJMkSWqEwUySJKkRBjNJkqRGGMwkSZIaYTCTJElqhMFMkiSpEQYzSZKkRhjMJEmSGmEwkyRJaoTBTJIkqREGM0mSpEYYzCRJkhphMJMkSWqEwUySJKkRBjNJkqRGGMwkSZIaYTCTJElqhMFMkiSpEQYzSZKkRhjMJEmSGmEwkyRJaoTBTJIkqREGM0mSpEYYzCRJkhphMJMkSWqEwUySJKkRBjNJkqRGGMwkSZIaYTCTJElqhMFMkiSpEQYzSZKkRhjMJEmSGmEwkyRJasTQgllEfC4izo+I0yJig4g4PSIuiYhTIiKGVS5JkqRhGUowi4i9gGmZuQewEfBy4PrM3BmYAzx1GOWSJEkapmHVmN0IfKSrDMcAZ9XnPwD2G0KZJEmShmraMF40M38LEBHPBZYBFwG318V3ADv22y4iDgMOA9hqq61Wf0ElteGYY4ZdglVvMh6TpAdtmH3Mng28HngW8CdgVl00C7ip3zaZeUJmLsjMBfPmzRtMQSVJkgZkWH3MNgfeBByUmXcCZwMH1MX7A+cMo1ySJEnDNKwas4OBLYDvRcR5wHTgoRFxKXALJahJkiRNKcPqY3YccFzP7E8NoyySJEmtcIBZSZKkRhjMJEmSGmEwkyRJaoTBTJIkqREGM0mSpEYYzCRJkhphMJMkSWqEwUySJKkRBjNJkqRGGMwkSZIaYTCTJElqhMFMkiSpEQYzSZKkRhjMJEmSGmEwkyRJaoTBTJIkqREGM0mSpEYYzCRJkhphMJMkSWqEwUySJKkRBjNJkqRGGMwkSZIaYTCTJElqhMFMkiSpEQYzSZKkRhjMJEmSGmEwkyRJaoTBTJIkqREGM0mSpEYYzCRJkhphMJMkSWqEwUySJKkRBjNJkqRGGMwkSZIaYTCTJElqhMFMkiSpEQYzSZKkRhjMJEmSGmEwkyRJaoTBTJIkqREGM0mSpEYYzCRJkhphMJMkSWqEwUySJKkRzQSziFg3Ik6PiEsi4pSIiGGXSZIkaZCaCWbAS4HrM3NnYA7w1CGXR5IkaaBaCmb7A2fVxz8A9htiWSRJkgYuMnPYZQAgIr4HfCAzvx8RrwB2y8xX9axzGHBYfbojcMWAi7k6zQVuGnYh1hCeq4nxfE2M52tiPF/j57mamMl2vrbOzHljrTRtECUZp5uAWfXxLPq8GZl5AnDCIAs1KBGxMDMXDLscawLP1cR4vibG8zUxnq/x81xNzFQ9Xy01ZZ4NHFAf7w+cM8SySJIkDVxLwexU4KERcSlwCyWoSZIkTRnNNGVm5mLgoGGXY4gmZRPtauK5mhjP18R4vibG8zV+nquJmZLnq5nO/5IkSVNdS02ZkiRJU5rBTJIkqRHN9DGbzCLiCOA1wB97Fq0L3JSZfzv4UrXL8zUx4zlfEbEOkJl5X8+204BpmXnvYEo7XH62Jmacn63pmblkhO1HXDYZTfTzFRFHAR/v/b2cCsZ7riLiC8DDge6/UTsDD8nMewZR1kEzmA3GYuCDmfmZiHgiMCczvx0R84H3D7VkbRrzfEXE84F3AL2/mLOBQzLz/AGWd9jG8/k6BHhdRPR+AUwH/hP4wIDKOmzj+Wz9BvgzsAnl/KwH3ED5rG2QmY8bRsGHZDyfrWMiYs/6eDdgIdDpvHwZcMQAyztsE/1bvztwF3Di4IrYjPGeq6XAizLzms6MiPg+MGkDv8FsMJYBGREnAU8A1o2IQ4A312Va0ZjnKzO/Cny1d8OImIrN8+M5X58CPjW0ErZjPL+Lt2XmXhHxQmAD4PHARzPz1xFxwTAKPUTj+Wy9rbNyRPwyM/cdRkEbMer5iojpwPTMvLuu/ya6AkatwSYzlw601MMx3u/F+0fYfqT5azyD2WCsRTnXnwB+BTyEUkuxMZTqfmAd4O7MfEBQi4iZwP1TqLp71PM1mn7nbwpY6fM1BY3nXHU+Q5sA1/dsP9U+X2Oer4jYiTKsQQIPi4gf1kU/ysx3DrS0wzfW+XoCcFxErBC8IqJ7+zdSah0nu/H+3UrgixGxQlNmTuIhJQxmgzEPuJVSbX1bnfYArqzL9wVOAv4SEb1/+AOYCbwF+PJASjt8Y50vrWhc5ysiLqQ0C3T+oAWl39kegyvq0E3ks/Vs4GDgacDagypgY8Zzvq6g/A3bC3hxZr6mNk29iqln1POVmT+hnCciYnfggszMiNgtM38+nCIPzXh/F5fRvylz0jKYDcZWwI+A/wvcR/linAm8GCAzvw9sPbTStWfU86UHGNf5ysxdB1+05ozrXEXEPwHXZeafI+Jy4GsR8dFBF7YBY56vTs1FRDwcuLbOXpcH9v+cCsb7+doROAN4XETcCXw1Ig7OzB8OtrhDNd6/80EfERGTtdZsKvbHGYZtKVW1S4FnUP4Dn2pNIhMx6vmKiLUiYsQajIiY3umrMUX4+Rq/8Z6rbwNvAMjMj2fmTpk5FYPZRD5b27A8mM2kdO6easY8X/Vv04nAkZl5fWbeDvwjcEpEzBtweYdpvJ+tvsGMSZxfptKX11BExPrAppl5U0RcApxeF100xGI1a5zn6yDgHRExUufPGcBrgUl/ZeZ4zldEPIHSVD7SF+U04F8y89urtbBDNoHfxY2Ar9RtenczZf5mjvOztTelxuNeYD5wa61tnANsGBG7AO/LzDMHWvghmMDn6yPANZl5amdGZv6oDgtxAvDcgRR4iCb4vTiNPn3M6vxJeQHAlPkjM0QHAl8CyMwjOzNrjc/Xgd8NqVytGvN8ZeZpwGnDKV5zxvP5+l/gCSON+RMRMwZQzhaM93fxzMw8qt8OIuLjq7uQDRnP+TovM/caTvGaM+b5iogtgQ3p3//uGOA1EbF2Zk7KwNFlIt+L03hgH7MDmKShDLxX5kBExIx+V1RGxA6UoDEVLo0eN8/XxHi+xs9zNTGer4nxfI2f52pkBjNJkqRGTNrOc5IkSWsag5kkPUi1M7MkPWgGM0lrtIhYJyKeUR9fUO+jSkRsM8L610TE1RHxi57piojIid7WKyK2A26MiLl9lt0XEY9dicOSNEV5VaakNU5EPIdyD8sFwN7Aojp8yn3Akog4CDg1InbPzF/3bH4fcFjvYJ715sm/6b6tVx1q5MfA/My8ISIeB1wAbAf8kXKT832As4G7I2J2Zt7WtdvFTOKbLUta9QxmktZEG1MC1lXAPZnZqSV7M2Uw+tMj4ovAS4B39Gy7DPhsRPylZ/50ega4zMwLIuJc4HXA24EjgVMy87qIeBpl2Ja1KQHsJmBaRMzsGu7gfpbfAkuSxmQwk7Qm+gKlJupllJsfd9xLGWAY4NXA2hExPTO7a63WBg4docbst31e6z3A1yPi08ALKYNbkpnfi4gNKfeKPAS4IzMviojPR8SzKff+2wg4OyISeCgwfSoPAyBpbA6XIWmNExG/BdYB1qPc/mdRXTSXUnt1Z30+A/hwZr6/a9vzgE144ACVUfe3Xe8AnxHxI0ot3SWZ+ZKu+QcDu1FC2PqZ+YaIOAn4fWYeExGdGzPfSxmbyX69kkZljZmkNU5mbg8QEYcAB3U1Zf4H5XY3H4qIxwAbZ+a5ddkMYOlYI9VHsU5mdt/C6oPANyn3NOystxnwIcotifYEZtaaspFGJLemTNKYDGaS1nTrRcR+lFqrP1BqwwDeR6k9O7c+/zqwfUR0N2vOAdYHru+aF8A6EfHYzLy7zntS18/O/fwWUe6pOZtSmzYD2JzSp+yoGho3olwYkNjXTNI42JQpaY0SEXOAQ4HHAfsCm1HC1/soIelQ4KPAKcCjMvPWnu2fDyzMzGsi4hXA32TmS8d4vWuAf6NcBLBd761kIuIYYIPMPDoiPgn8qU9T5q8zc90He/ySJjf7O0ha09wJ7Af8FDgJOD0zn5aZP6IEtL2Ak4FX9gllAXwMmNc1+xkRcUkdy+y3EfGZntc7CvhZZh5HqZU7pO7rIRHx8oh4D/C3wCERcSswUviKlT5iSVOGwUzSGiUzl2bmszLzE8B1PYt3o1x1eWVmnhERa0fEo7uW709pvnxtRGxU5307M3fOzEdn5vaZ+fLOynWdIyh9zKD0KXtLREyjNFO+jlJjdxPwPWAXyjAe/fj3VtKY/EMhaU02B1gaEXtGxDeAz1NquLaNiI9Q+oT9T0RMr7Vl7wFeQxkk9lLgYGDDiNg4IqbVILdRRGwXEbOBwylXWJ5ZX+8LlL5k/5iZv87MXTPzMErt3Y2ZeQ2l7+5REXENpYbtu8B5lMAoSaMymElaI0XEWcBxwHcozZvXUfqUfZ4yGv8TgB9RasSWAO+lhKrP1dq2XYH/pgyR8XPgZkpfsFuAXwJrZea/ZebOndfMzCWZuWVmfranODNYPn7aNMoQHfM7E6Wf2R9rTZskjcjO/5LWSBGxPfDnzLx9lHUeSxk/7K6I2IoywOtVAyukJE2QwUySJKkRNmVKkiQ1wmAmSZLUCIOZJElSIwxmkiRJjTCYSZIkNeL/A4Zt9h3hBYttAAAAAElFTkSuQmCC\n",
      "text/plain": [
       "<Figure size 720x504 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "x = ['周一', '周二', '周三', '周四', '周五', '周六', '周日']\n",
    "y = [58, 120, 86, 20, 139, 57, 139]\n",
    "plt.figure(figsize=(10,7))#设置画布的尺寸\n",
    "\n",
    "plt.bar(x = x,height = y,width = 0.7,alpha = 0.5,color = 'red', label='我是图例')\n",
    "\n",
    "plt.title('基础柱状图-修改透明度、宽度、颜色',fontsize=18) #设置标题\n",
    "plt.xlabel('我是X轴',fontsize=14) #设置x轴\n",
    "plt.ylabel('我是Y轴',fontsize=14) #设置y轴\n",
    "\n",
    "plt.show()"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 基础柱状图—添加边框、误差线"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 55,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "image/png": 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\n",
      "text/plain": [
       "<Figure size 720x504 with 1 Axes>"
      ]
     },
     "metadata": {
      "needs_background": "light"
     },
     "output_type": "display_data"
    }
   ],
   "source": [
    "x = ['周一', '周二', '周三', '周四', '周五', '周六', '周日']\n",
    "y = [58, 120, 86, 20, 139, 57, 139]\n",
    "plt.figure(figsize=(10,7))#设置画布的尺寸\n",
    "\n",
    "plt.bar(x = x,height = y, width = 0.7,alpha = 0.5,color = 'deeppink',edgecolor = 'black', linewidth = 2,yerr = 10, ecolor = 'blue',label='我是图例')\n",
    "\n",
    "plt.title('基础柱状图—添加边框、误差线',fontsize=18) #设置标题\n",
    "plt.xlabel('我是X轴',fontsize=14) #设置x轴\n",
    "plt.ylabel('我是Y轴',fontsize=14) #设置y轴\n",
    "\n",
    "plt.show()"
   ]
  }
 ],
 "metadata": {
  "kernelspec": {
   "display_name": "Python 3",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.7.1"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 2
}
